It all began with an end new theory on origin and future of the universe
The universes clock has neither a start nor finish, yet time is finite according to a New Zealand theorist. The theory, which tackles the age-old mystery of the origin of the universe, along with several other problems and paradoxes in cosmology, calls for a new take on our concept of time one that has more in common with the cyclic views of time held by ancient thinkers such as Plato, Aristotle and Leonardo da Vinci, than the Christian Calendar and Bible-influenced belief in linear time now so deeply imbedded in modern western thinking.
Whereas he seems to be quite knowledgeable on many of the relevant issues, his own proposal is actually very difficult to make sense of. He seems to be arguing for a picture in which one's time-sense somehow reverses in the circumstance of approaching a future singularity, such as that inside a black hole. I am not enthusiastic about his scheme, in so far as I can actually understand it---and that's because I consider that his scheme really does not make sense, not because I am too wedded to conventional ideas to be able to accept revolutionary new ideas! Of course he might well take the opposite view! - Sir. Roger Penrose, Emeritus Rouse Ball Professor of Mathematics at the University of Oxford.
Title: On a Finite Universe with no Beginning or End Author: Peter Lynds
Based on the conjecture that rather than the second law of thermodynamics inevitably be breached as matter approaches a big crunch or a black hole singularity, the order of events should reverse, a model of the universe that resolves a number of longstanding problems and paradoxes in cosmology is presented. A universe that has no beginning (and no need for one), no ending, but yet is finite, is without singularities, precludes time travel, in which events are neither determined by initial or final conditions, and problems such as why the universe has a low entropy past, or conditions at the big bang appear to be so .special,. require no causal explanation, is the result. This model also has some profound philosophical implications.
How do you know they're black holes? - Physicist Lawrence Krauss, after being told that the universe is full of black holes.
It appears that those cosmic gluttons called black holes may be a figment of physicists imagination. For years it has been thought that Einsteins theory of gravity (general relativity) required a fatal attraction around super-massive objects, causing the creation of black holesdreadful objects where nothing, not even light, can escape their greedy grasp. The idea that physics predicts stellar objects that gobble up everything in their gravitational web has spawned a spate of sci-fi speculations about spacetime rips, time-tunneling, and multiple universes.
Could "hypertime" help develop a theory of everything? A scientist has put forward the bizarre suggestion that there are two dimensions of time, not the one that we are all familiar with, and even proposed a way to test his heretical idea next year. Time is no longer a simple line from the past to the future, in a four dimensional world consisting of three dimensions of space and one of time. Instead, the physicist envisages the passage of history as curves embedded in a six dimensionals, with four of space and two of time.
Starting with the 1998 formulation of Two-Time Physics (2T-physics), which was inspired by 2T notions in earlier papers since 1995, evidence has been mounting that the ordinary formulation of physics, in a space-time with three space and one time dimensions (1T-physics), is insufficient to describe our world.
A Technion-Israel Institute of Technology physicist has developed a theoretical model of a time machine that could enable future generations to travel into the past. In his paper published in the July issue of Physical Review, noted time-travel theorist Professor Amos Ori provides practical solutions to a number of criteria long seen by other experts as obstacles to the realisation of time travel. Ori's theory is actually a set of mathematical equations describing hypothetical conditions that, if established, could lead to the formation of a time machine, technically known as "closed time-like curves."
Previous theories addressing time travel are well grounded in Einstein's General Relativity theory. Renowned physicist Stephen Hawking has called time travel "an important subject for research," but has also proposed some of the strongest challenges to the concept. General Relativity states, among other things, that the gravitational pull of large objects such as planets can actually bend time and space. Time travel research is based on bending space-time so far that the time lines actually bend back on themselves to form a loop.
"We know that bending does happen all the time, but we want the bending to be strong enough and to take a special form where the lines of time make closed loops. We are trying to find out if it is possible to manipulate space-time to develop in such a way" - Amos Ori.
While the possibility of time travel has never been eliminated, scientists have identified a number of physical challenges, including the perceived need for some form of exotic matter with negative density. Such matter is predicted by quantum field theory to exist, though only in quantities too small for the construction of a time machine. In a 2004 paper, Ori outlined a set of conditions that would allow for the creation of a time loop without the need for exotic matter. That theory called for the time loop to form as a donut-shaped vacuum, inside which time would curve back on itself, so that a person travelling around the loop might be able to go further back in time with each lap. A sphere containing non-exotic, but unidentified matter, would in turn envelop the loop. Ori's latest work eliminates the need for that unidentified matter. His new calculations show that the envelope can in fact be filled with dust, a simple modelling of which is used regularly in theoretical physics, while still allowing for the evolution of a time machine. Ori also addresses the possibility of the initial conditions forming a point of infinite gravitational field that no one could pass (instead of a time travel loop). His current paper outlines a more robust system that would prevent such an occurrence.
"The internal core is now mathematically protected, and it is easy to show that no irregularity could penetrate it" - Amos Ori.
The paper also more thoroughly defines the required spherical envelope. Ori says serious questions remain about the overall stability of a time machine. His own calculations - done in collaboration with Technion Ph.D. student Dana Levanony - and those of other physicists, suggest that the evolution of a time machine would be dependent on a very narrow range of initial conditions that might be difficult - or even impossible - to achieve. He is also working to show ways such a configuration could be achieved.
No one keeps track of time better than Ferenc Krausz. In his lab at the Max Planck Institute of Quantum Optics in Garching, Germany, he has clocked the shortest time intervals ever observed. Krausz uses ultraviolet laser pulses to track the absurdly brief quantum leaps of electrons within atoms. The events he probes last for about 100 attoseconds, or 100 quintillionths of a second. For a little perspective, 100 attoseconds is to one second as a second is to 300 million years. But even Krausz works far from the frontier of time. There is a temporal realm called the Planck scale, where even attoseconds drag by like eons. It marks the edge of known physics, a region where distances and intervals are so short that the very concepts of time and space start to break down. Planck timethe smallest unit of time that has any physical meaningis 10^-43 second, less than a trillionth of a trillionth of an attosecond. Beyond that? Tempus incognito. At least for now.
Title: Did time begin? Will time end? Authors: Paul H. Frampton (version v2)
Did time begin at a Big Bang? Will the present expansion of the universe last for a finite or infinite time? These questions sound philosophical but are becoming, now in the twenty-first century, central to the scientific study of cosmology. The answers, which should become clarified in the next decade or two, could have profound implications for how we see our own role in the universe. Since the original publication of Stephen Hawking's A Brief History of Time in 1988, the answers to these questions have progressed as a result of research by the community of active theoretical physicists including myself. To present the underlying ideas requires discussion of a wide range of topics in cosmology, especially the make up of the energy content of the universe. A brief summary of my conclusions, that of three different possibilities concerning the history and future of time, the least likely is the conventional wisdom (time began and will never end) and most likely is a cyclic model (time never begins or ends), is in the short final Chapter which could be read first. To understand the reasoning leading to my conclusions could encourage reading of my entire book. My hope in writing this, my first popular book, is that it will engender reflection about time. Many a non-scientist may already hold a philosophical opinion about whether time begins and ends. This book's aim is to present some recently discovered scientific facts which can focus the reader's consideration of the two short questions in my title.
Title: Arrow of Time in String Theory Authors: Brett McInnes (version v3)
Inflation allows the problem of the Arrow of time to be understood as a question about the structure of spacetime: why was the intrinsic curvature of the earliest spatial sections so much better behaved than it might have been? This is really just the complement of a more familiar problem: what mechanism prevents the extrinsic curvature of the earliest spatial sections from diverging, as classical General Relativity suggests? We argue that the stringy version of "creation from nothing", sketched by Ooguri, Vafa, and Verlinde, solves both of these problems at once. The argument, while very simple, hinges on some of the deepest theorems in global differential geometry. These results imply that when a spatially toral spacetime is created from nothing, the earliest spatial sections are forced to be [quasi-classically] exactly locally isotropic. This local isotropy, in turn, forces the inflaton into its minimal-entropy state. The theory explains why the Arrow does not reverse in black holes or in a cosmic contraction, if any.
Title: Did time begin? Will time end? Authors: Paul H. Frampton
Did time begin at a Big Bang? Will the present expansion of the universe last for a finite or infinite time? These questions sound philosophical but are becoming, now in the twenty-first century, central to the scientific study of cosmology. The answers, which should become clarified in the next decade or two, could have profound implications for how we see our own role in the universe. Since the original publication of Stephen Hawking's A Brief History of Time in 1988, the answers to these questions have progressed as a result of research by the community of active theoretical physicists including myself. To present the underlying ideas requires discussion of a wide range of topics in cosmology, especially the make up of the energy content of the universe. A brief summary of my conclusions, that of three different possibilities concerning the history and future of time, the least likely is the conventional wisdom (time began and will never end) and most likely is a cyclic model (time never begins or ends), is in the short final Chapter which could be read first. To understand the reasoning leading to my conclusions, which go against the views in other books on cosmology but which I think are likely to prevail, could encourage reading of this entire book. My hope in writing this, my first popular book, is that it will engender reflection about time. Many a non-scientist may already hold a philosophical opinion about whether time begins and ends. This book's aim is to present some recently discovered scientific facts which merit the reader's consideration.